dynamics solutions
DESCRIPTION
soluion samplesTRANSCRIPT
II
Engineering MechanicsI
Solutions
1. Value of h
2. Value of y
3. Value of x
4. Take off velocity
5. Cars minimum take-off velocity
6. Initial velocity and inclination
7. Angle
8. Horizontal Distance
9. Initial Velocity
10. Distance x
11. Height of the hill
12. Angle
Use a number 9 iron
13. Angle with the vertical
14. Minimum speed and angle
15. Pressure
16. Rated speed
17. Maximum speed
18. Maximum velocity
19. Speed
20. Maximum Power
21. Determine the time
22. Find the modulus
The kinetic energy of the cannon is absorbed by the nest of springs
23. Average Resistance
Where:
S = penetration of pile per blow (m)
W1 = weight of hammer
W2 = weight of pile
h = free fall height of hammer (m)
R = average resistance to penetration of pile
Substitute values:
24. Angle
25. Greatest Distance
26. Horizontal Force
27. Find the weight
28. Distance
29. Value of the angle
30. Coefficient of rolling Resistance
31. Average Velocity
32. Average Velocity
33. Distance in meters
34. Distance
35. Distance
36. Highest pointLet: H = highest point reached by the ball
H = 195 + h
37. HeightWhen s = 92
Vf = 19
When Vf = 24
38. Highest point
39. Range on the horizontal
40. Actual speed of the stone
After 10 seconds:
41. Coefficient of friction
42. Maximum height
43. Initial velocity
44. Maximum weight
45. Range of Projectile
46. Coefficient of friction
47. Coefficient of friction
48. Acceleration
For constant velocity, tangential acceleration at = 0
49. Normal Acceleration and Tangential Speed
50. Speed
51. Value of the loadFrom triangle AEF:
From triangle AEG:
52. Normal Acceleration
53. Apparent Weight
Considering FBD of man,
Considering FBD of elevator
54. Speed
55. Acceleration
56. Force
57. Spring Constant
Work done by spring = Change in K.E.
58. Maximum Deflection of spring
59. Stored Energy
60. Power Pos. Work Neg. Work = Change in K.E.
61. Value of the angle
62. Velocity
63. Height of the ball
64. Speed of the coupled cars
65. Time
66. Time
67. Velocity
68. Distance of the block
Pos. Work Neg. Work = Change in K.E.
69. Height of the ball
70. Angular accelerationa = 30 m/sec2w = 3 rad/sec
r = 4 m
ENGINEERING MATHEMATICS
L3 - 3
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